Online Electronics and Communication Engineering Test - Previous Exam Papers Test 1
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Mobility of electrons
m = 2.5 for electrons and 2.7 for holes in Si.

The maximum power dissipated by both output transistor is maximum

The periodic time = 4 ms = 4 x 10-3 s
∴ The fundamental frequency
∴ Frequency of the 5th harmonic
= 250 x 5 = 1250 Hz.

The maximum and minimum values of the output voltage respectively are
During +ve part of Vi
D1 will be forward biased
Zener diode is reverse biased
Thus net voltage = 6.8 + 0.7 = 4.5 V
During -ve part of Vi
D2 will be forward biased
D1 will be reversed biased
Thus net voltage = -0.7 V .
.

Using Mesh analysis
Loop 1 : 6 = 9i1 - 3i4 ...(i)
Loop 2: 6 + 6 = - 6i2
i2 = - 2A ...(ii)
Loop 3: 6 = 9i3 - 3i4 ...(iii)
Loop 4: 6 = 9i4 - 3i3 - 3i1 ...(iv)
Solving the above equations simultaneously
i1 = i3 = 1.1428 A
i4 = 1.432 A
∴ ix = i4 - i3 = 0.2892 A.


The corresponding cumulative distribution function (CDF) has the form
Cumulative distribution function (Pdf) dx
Then when we integrate the line from (-1, 0) to (0, 1) we get a parabolic curve.
The maximum value of Pdf can be 1.
LXI S, FFFFH
MVI A, 00H
MVI B, 0FH
SUB B
CNC GOLOC
MVI A, FFH
where in the program subroutine labelled ''GOLOC'' introduces delay of 28 T-states only. How many T-states are required to execute above program statement?
Since carry (CY) flag will not be set at the execution of "SUB B" instruction;
check for CY flag fails but this requires 9(= 6 OP - CODE FETCH + 3T - states) T-states
∴ Total T-states = 10 + 7 + 7 + 4 + 9 + 7 = 44.
x(t) = ej3.5t(e-j05t + ej0.5t)
x(t) = 2ej3.5t cos(0.5)t
The magnitude of x(t) is |x(t)| = 2|cos(0.5)t|.

The damped frequency is __________ .
Damped frequency
ωd = 3/2.


Comparing it with given equation
C = 0.1
RC = 0.05
R = 0.54
.

The regression line of y on x is:

The impulse response h(t) of the filter is :

For 2nT ≤ t < (2n + 1)T, (n = 0, 1, 2, ...) S1 to P1 and S2 to P2
For (2n + 1) T ≤ t < (2n + 2)T, (n = 0, 1, 2, ...) S1 to Q1 and S2 to Q2
Assume that the capacitor has zero initial charge. Given that u(t) is a unit step function, the voltage Vc(t) across the capacitor is given be

- Its susceptibility is negative.
- The susceptibility is expressed as
where c is the Curie constant and Tc is the Curie temperature.
- It has permanent dipoles oriented randomly.

Assertion (A): The line integral of B about a closed contour, in a region containing steady current, is μ0 times the total net current, following through the contour of integration.
Reason (R): The curl of B is equal to μ0 times the current density vector J